Question

8c^3-d^3+4c^2+2cd+d^2

Answer 1

8c^3-d^3+4c^2+2cd+d^2=(2c-d)(4c^2+2cd+d^2)(2c+d)^2=(2c-d)(4c^2+2cd+d^2)+(4c^2+2cd+d^2)=(4c^2+2cd+d^2)(2c-d+1)

Answer 2

The expression you provided is:

8c^3 - d^3 + 4c^2 + 2cd + d^2

This is a polynomial expression in terms of the variables c and d. If you want to simplify or factorize it, we can start by seeing if any common factors can be extracted.

The expression can be rewritten as:

(8c^3 + 4c^2 + 2cd) - d^3 + d^2

Now, let's factor out the common factor from the terms within the parentheses:

2c(4c^2 + 2c + d) - d^3 + d^2

The expression cannot be simplified further unless you have additional information or specific instructions.